Six Rebounds Can Beat Ten, and the Difference Is the Denominator
Published 10/1/2026 · 3 min read · Sport calculators
Rebound percentage asks what share of the rebounds available while a player was on the floor that player actually took. The formula scales the player's total by the ratio of team minutes to minutes played and divides by every rebound in the game: 10 rebounds in 32 minutes, in a game with 42 team and 40 opponent boards, gives 100 × (10 × 48) ÷ (32 × 82) = 18.3 %. A teammate with 6 rebounds in 18 minutes of the same game scores 19.5 %, because the six came from a smaller window of opportunity. The raw count answers who ended up with the ball; the percentage answers who was winning the contest, and only the second survives a comparison between a starter and a substitute.
Ten rebounds in 32 minutes of a game with 82 boards is 18.3 %. Six rebounds in 18 minutes of the same game is 19.5 % — a better rate from a smaller number.
Misses create rebounds, so a bad shooting night inflates everyone
The total number of rebounds in a game is set almost entirely by how many shots missed, which is why a night of 118 boards and a night of 82 are not the same environment. Ten rebounds in the first is a 12.7 % rate and in the second 18.3 %, and the player did nothing different. Raw rebound totals therefore track the pace and the shooting of both teams as much as the player, and comparing them across games or across eras compares the conditions rather than the performances. The percentage removes exactly that, which is the reason it exists.
Team minutes are not always 240
The 240 in the denominator is five players times forty-eight minutes, and it changes whenever the game does. An overtime period adds twenty-five team minutes, so the same ten-rebound line in a single-overtime game scores 20.2 % rather than 18.3 %. Leagues with forty-minute games use 200 instead, and a player sent off leaves the team short for the rest of the match. Take the figure from the box score's minutes column rather than from a constant, because the constant is only correct for one competition playing one regulation game.
| Rebounds in the game | Player line | Rate |
|---|---|---|
| 82 | 10 in 32 min | 18.3 % |
| 118 | 10 in 32 min | 12.7 % |
| 82 | 6 in 18 min | 19.5 % |
Worked with our own calculator
Basketball rebound percentage (TRB%) calculator
Given
- Player rebounds
- 10
- Player minutes
- 32
- Team minutes (total)
- 240
- Team rebounds
- 42
- Opponent rebounds
- 40
Result
- Rebound percentage (TRB%)
- 18.29%
These figures are produced by the calculator below, not typed in by hand — they are recomputed whenever the tool changes.
Run it on your own figures →Frequently asked questions
- Should offensive and defensive rebounds be separated?
- Yes, because they are almost different skills. Defensive rebounds are the more numerous and the easier to collect, since the defending team is usually positioned nearer the basket, so a total rate is dominated by them and can hide a player who never crashes the offensive glass. Splitting the calculation means dividing each type by the rebounds of that type available — the player's offensive rebounds against the sum of their own team's offensive and the opponent's defensive boards, and the mirror image for the defensive rate.
- Does a high rate mean the player is helping the team?
- Not on its own. A defensive rebound taken from a teammate who would have taken it anyway adds to one player's rate and nothing to the team's, and a big man who abandons his box-out to chase a ball across the paint can raise his own number while giving up position. The measure is a good description of individual involvement and a weak proxy for value, which is why it belongs alongside team rebounding rate rather than in place of it — the question that decides games is what share of available boards the five on the floor took together.
Articles you may find interesting
All guides →Related tools
Sources
Spotted a mistake in this article?